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Nonlinear Magnetic Diffusion in a Bi2212 Hollow Cylinder: Measurements and Numerical Simulations

机译:Bi2212中空圆柱体中的非线性磁扩散:测量和数值模拟

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This paper compares numerical simulations and measurements of the nonlinear magnetic diffusion phenomenon in a Bi2212 high temperature superconducting (HTS) hollow cylinder. Although the measurements were done many years ago, it is only recently that computer power has become sufficient to reproduce the experiment by simulation on a personal computer in a reasonable time. Observations of flux density (magnitude and phase) both inside and outside the cylinder were carried out at different frequencies and magnitudes of a sinusoidal applied field. In addition, the computed current and flux density profiles inside the superconductor were obtained. The superconductor was modeled by $E-J$ characteristics that depend on $J_{c}$ and a power law exponent $n$. Both parameters are isotropic functions of $B$. The paper shows that numerical methods are useful to extract model parameters and to predict the behavior of HTS elements entering in the conception of real applications, such as the inductive fault current limiters.
机译:本文比较了Bi2212高温超导(HTS)空心圆柱体中非线性磁扩散现象的数值模拟和测量结果。尽管测量是在多年前完成的,但直到最近,计算机功能才足以在合理的时间内通过在个人计算机上进行仿真来重现实验。圆柱内外的磁通密度(大小和相位)的观察是在不同频率和正弦施加场的大小下进行的。另外,获得了超导体内部的计算出的电流和通量密度分布。超导体由$ E-J $特性建模,该特性取决于$ J_ {c} $和幂律指数$ n $。这两个参数都是$ B $的各向同性函数。本文表明,数值方法可用于提取模型参数并预测进入实际应用概念中的HTS元件的行为,例如感应故障限流器。

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